摘要
资本市场不是一个简单的线性系统 ,而是一个极其复杂的非线性系统。正因为如此 ,用分形理论来解释并预测各种复杂的经济现象便具有十分重要的现实意义。本文详细介绍了分形理论的基本概念 ,介绍了Hausdorff维数、拓扑维数和盒维数的定义 ,最后探讨了分形理论在资本市场研究中的意义。
Tht capital market is not a simple linear system,but it is a very complex non-linear system Therefore,it has very important practical significance to explain and forecast the various complex economy phenomenons by using fractal theory This paper introduces the conceptions of the fractal theory and the definitions of the Hausdorff dimension,topological dimension and box dimension In the last,this paper discusses the significance of the fractal theory in capital market research
出处
《石家庄经济学院学报》
2001年第3期253-257,共5页
Journal of Shijiazhuang University of Economics
